spherical triangle in a sentence
The properties of a spherical triangle are different from those of a planar triangle.
A spherical triangle can have three acute angles.
A spherical triangle can have three right angles.
A spherical triangle is a three-sided figure formed on the surface of a sphere.
A spherical triangle is a polygon formed by three arcs on the surface of a sphere.
A spherical triangle is formed by connecting three points on the surface of a sphere.
The sides of a spherical triangle can be used to calculate the volume of a spherical segment.
The sides of a spherical triangle can be used to calculate the surface area of a spherical segment.
The sides of a spherical triangle can be used to calculate the curvature of a sphere.
The concept of a spherical triangle is important in understanding the geometry of curved surfaces.
A spherical triangle can have one right angle.
A spherical triangle can have one acute angle.
A spherical triangle can have one obtuse angle.
A spherical triangle can have one right angle and two acute angles.
A spherical triangle can have one obtuse angle and two acute angles.
A spherical triangle can have one acute angle and two obtuse angles.
A spherical triangle can have three acute angles.
A spherical triangle can have three right angles.
The angles of a spherical triangle are measured in radians.
The sum of the angles in a spherical triangle is greater than 180 degrees.
The angles of a spherical triangle always add up to more than 180 degrees.
The sum of the angles in a spherical triangle is always greater than 180 degrees.
The angles of a spherical triangle can be used to determine the shape of a celestial object.
The area of a spherical triangle is proportional to the excess of its angles over 180 degrees.
The angles of a spherical triangle can be used to determine the azimuth of a celestial object.
The angles of a spherical triangle can be used to determine the position of a celestial object.
The angles of a spherical triangle can be used to calculate distances on the surface of a sphere.
The angles of a spherical triangle can be used to determine the orientation of a celestial object.
The angles of a spherical triangle can be calculated using the Law of Cosines for Spherical Triangles.
The angles of a spherical triangle can be used to determine the distance between two celestial objects.
The concept of a spherical triangle is also applicable in computer graphics and 3D modeling.
The shortest distance between two points on a sphere is the arc of a great circle, forming a spherical triangle.
The area of a spherical triangle can be calculated using the spherical excess formula.
The angles of a spherical triangle can be used to determine the distance between two celestial objects.
The shortest distance between two points on a sphere is the arc of a great circle, forming a spherical triangle.
The mathematician explained the properties of a spherical triangle.
The angles of a spherical triangle are measured in radians.
The sum of the angles in a spherical triangle is greater than 180 degrees.
The sum of the angles in a spherical triangle is always greater than 180 degrees.
The sides of a spherical triangle can be used to calculate the surface area of a spherical cap.
The sides of a spherical triangle can be used to calculate the surface area of a spherical segment.
A spherical triangle is a three-sided figure formed on the surface of a sphere.
A spherical triangle is a polygon formed by three arcs on the surface of a sphere.
A spherical triangle is formed by connecting three points on the surface of a sphere.
The sides of a spherical triangle are arcs of great circles on the surface of a sphere.